312 results on '"Milne AN"'
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2. Note on Systems of Conics Satisfying Four Conditions Treated by the Theory of Characteristics
3. Blaise Pascal
4. The Scientific Results and Aims of Modern Applied Mechanics
5. The Graphical Treatment of Power-Series
6. The Uses and Functions of a School Mathematical Library
7. Mathematics and the Pivotal Industries
8. Extension of the Theory of Inversion to Conics
9. 8-Point and 8-Tangent Conics, and an Associated Pencil and Range of Conics
10. The Geometric Interpretation of Homographic Equations and Their Application to Loci and Envelopes: A Chapter on the Theory of Cross-Ratio
11. The Conics of Apollonius
12. The Teaching of Modern Analysis in Secondary Schools
13. The Teaching of Limits and Convergence to Scholarship Candidates
14. The Teaching of Limits and Convergence to Scholarship Candidates (Continued)
15. The Teaching of Scholarship Mathematics in Secondary Schools
16. 593. Note on the Equation of Time
17. Determinant Expansions
18. Homographic Ranges: Elementary Principles
19. The Proof of the Formula for the Vector Triple Product
20. Correspondence
21. Note on Degenerate Conics
22. Historical Note: On the Graphic Solution of Quadratic Equations
23. Extension of Huygens' Approximation to a Circular Arc
24. 383. On an Interpretation of the General Equation of a Conic, and a Certain Connected Theorem
25. The Teaching of Limits and Convergence to Scholarship Candidates (Continued)
26. The Training of the Mathematical Teacher
27. The Hamiltonian Revival
28. 260. Pascal's Theorem
29. The Story of a Problem and Its Solution
30. Note on Cartesian Geometry
31. 534
32. 335. I. To Find a Geometrical Meaning for the Triad of Points $P\equiv (x^{\prime},y^{\prime},z^{\prime})$; $Q\equiv (x^{\prime},\omega y^{\prime},\omega ^{2}z^{\prime})$; $R\equiv (x^{\prime},\omega ^{2}y^{\prime},\omega z^{\prime})$
33. 348. On Note 339
34. 398
35. 1537. Change of Axes
36. 1243. On the Relation of an Analytic Function of z to Its Real and Imaginary Parts
37. 1137. Historical Note
38. A Generalization of Ptolemy's Theorem
39. Report on Radiation and the Quantum Theory J. H. Jeans
40. 2702. Stokes's Theorem for n-Space
41. Noether's Canonical Curves
42. 4. Geometrical Determination of K in the Trilinear Relation $\alpha \beta =\text{K}\gamma ^{2}$
43. 8. On the Harmonic Polar of a Conic
44. 427
45. 350
46. 2031. Radius of Curvature
47. 268. Historical Note (220, 221, 222)
48. 291. A Geometrical Representation of the Sum of an Infinite Geometric Series
49. The Principles of Projective Geometry Applied to the Straight Line and Conic J. L. S. Hatton
50. Elements of Algebra. Part I G. St. L. Carson D. E. Smith
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